I. German-Hungarian Workshop on Evolution Equations


March 22-26, 2007


Pilis Hotel Dobogókő (Hungary)







Further information about the conference place:


http://www.pilishotel.hu/
 
Program of the Workshop


Main speakers

István Faragó (Budapest): Numerical Qualitative Properties of Linear Parabolic Problems

Bálint Farkas (Darmstadt): Degenerate Elliptic Operators with Unbounded Coefficients on RN

Gasper Fijav¸ (Ljubljana): The Hunting of the Snark   abstract

Matthias Hieber (Darmstadt): The Navier-Stokes equations and Rotating Fluids: an Approach by Evolution Equations
Stig Larsson (Göteborg): Finite Element Methods for Parabolic Evolution Problems
László Lovász (Budapest): Discrete Analytic Functions

Rainer Nagel (Tübingen): Flows in Networks: Encounters between Discrete and Continuous Mathematics abstract

Frank Neubrander (Baton Rouge, LA): Accurate Laplace Transform Inversions and Applications to Evolution Equations  abstract

Péter Simon (Budapest): Travelling Waves, Stability and Spectral Properties abstract

 

Abstracts of (some) short communications

Stefano Cardanobile (Ulm): Parabolic systems of partial differential equations abstract

Britta Dorn (Tübingen): Semigroups for flows on infinite networks abstract

Philippa Iley (Oxford): On differentiability of semigroups abstract

István Z. Kiss (Oxford): The effect of host heterogeneity and multiple routes of disease transmission on epidemic dynamics and pathogen evolution abstract

Mihály Kovács (Göteborg): Finite element solution of stochastic partial differential equations abstract

Máté Matolcsi (Budapest): Positive systems: an efficient algorithm for realizations abstract

Tamás Mátrai (Budapest): Norm continuity and resolvent norm estimates under perturbations abstract

 


Organizing committee: